{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9b1bae52-0405-455a-aa10-f9b66e764e92",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import numpy as np\n",
    "import cartopy.io.shapereader as shpreader\n",
    "from netCDF4 import Dataset\n",
    "from shapely.geometry import shape\n",
    "from shapely.geometry import Polygon\n",
    "from matplotlib import gridspec\n",
    "import frykit.plot as fplt\n",
    "from matplotlib.transforms import ScaledTranslation\n",
    "from mpl_toolkits.axes_grid1 import make_axes_locatable\n",
    "import json"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "531d1587-2695-417c-9d19-137fe71ecf0f",
   "metadata": {},
   "outputs": [],
   "source": [
    "reader = shpreader.Reader(\"/home/lizhan/tu/zjaws/330000000_town.shp\")\n",
    "arr = []\n",
    "for _ in  reader.records():\n",
    "    arr.append({\n",
    "        \"code\":_.attributes.get(\"adcode\"),\n",
    "        \"name\":_.attributes.get(\"TOWN\")\n",
    "    })\n",
    "with open(\"./codeJson.json\", 'w',encoding=\"utf-8\") as f:\n",
    "    json.dump(arr, f, ensure_ascii=False, indent=4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "ab3c2f20-ce55-44a4-a12f-9e53d2300433",
   "metadata": {},
   "outputs": [],
   "source": [
    "shapefile_path =\"/home/lizhan/tu/zjaws/330000000.shp\"\n",
    "nc_path = \"/home/lizhan/tu/Ruler.20200107010000.000.T.nc\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6e6e08b6-2a79-493b-bcd8-0f501d4a6c59",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5cf9d07d-c790-412f-8c07-2cf5788c3c60",
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'shpreader' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[2], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m reader \u001b[38;5;241m=\u001b[39m shpreader\u001b[38;5;241m.\u001b[39mReader(shapefile_path)\n\u001b[1;32m      2\u001b[0m min_lon, min_lat, max_lon, max_lat \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[1;32m      3\u001b[0m geometries \u001b[38;5;241m=\u001b[39m [record\u001b[38;5;241m.\u001b[39mgeometry \u001b[38;5;28;01mfor\u001b[39;00m record \u001b[38;5;129;01min\u001b[39;00m reader\u001b[38;5;241m.\u001b[39mrecords()]\n",
      "\u001b[0;31mNameError\u001b[0m: name 'shpreader' is not defined"
     ]
    }
   ],
   "source": [
    "reader = shpreader.Reader(shapefile_path)\n",
    "min_lon, min_lat, max_lon, max_lat = None, None, None, None\n",
    "geometries = [record.geometry for record in reader.records()]\n",
    "polygon = next(reader.geometries())\n",
    "min_lat = float('inf')\n",
    "max_lat = float('-inf')\n",
    "min_lon = float('inf')\n",
    "max_lon = float('-inf')\n",
    "\n",
    "for shape_record in reader.records():\n",
    "    bbox = shape_record.bounds\n",
    "    min_lon = min(min_lon, bbox[0])\n",
    "    max_lon = max(max_lon, bbox[2])\n",
    "    min_lat = min(min_lat, bbox[1])\n",
    "    max_lat = max(max_lat, bbox[3])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "29dd2ac0-6caa-4877-9bdd-3856e1d42211",
   "metadata": {},
   "outputs": [],
   "source": [
    "with Dataset(nc_path) as data:\n",
    "    lon = data.variables['lon'][:]\n",
    "    lat =  data.variables['lat'][:]\n",
    "    data =  data.variables['T'][:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "706b721a-7c84-4c95-b987-11b1151697ee",
   "metadata": {},
   "outputs": [],
   "source": [
    "def clip_path(pc, records):\n",
    "    paths = [record.geometry for record in records]\n",
    "    fplt.clip_by_polygon(pc, paths)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "5fb5d8af-6c18-4a63-9752-76b2817fa4d4",
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'plt' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[3], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m fig, ax \u001b[38;5;241m=\u001b[39m plt\u001b[38;5;241m.\u001b[39msubplots(figsize\u001b[38;5;241m=\u001b[39m(\u001b[38;5;241m8\u001b[39m, \u001b[38;5;241m8\u001b[39m),dpi\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m80\u001b[39m,subplot_kw\u001b[38;5;241m=\u001b[39m{\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mprojection\u001b[39m\u001b[38;5;124m'\u001b[39m: ccrs\u001b[38;5;241m.\u001b[39mMercator()},frameon\u001b[38;5;241m=\u001b[39m\u001b[38;5;28;01mTrue\u001b[39;00m)\n\u001b[1;32m      2\u001b[0m \u001b[38;5;66;03m#ax.axis('off')\u001b[39;00m\n\u001b[1;32m      3\u001b[0m \u001b[38;5;66;03m# gs = gridspec.GridSpec(nrows=1, ncols=2, width_ratios=[1, 0.05], wspace=0.0)\u001b[39;00m\n\u001b[1;32m      4\u001b[0m \u001b[38;5;66;03m# gs = gridspec.GridSpec(nrows=1, ncols=2, width_ratios=[20, 1], height_ratios=[1])\u001b[39;00m\n\u001b[1;32m      5\u001b[0m \u001b[38;5;66;03m# print(mask)\u001b[39;00m\n\u001b[1;32m      6\u001b[0m \u001b[38;5;66;03m# ax = fig.add_subplot(gs[0], projection=ccrs.PlateCarree()) \u001b[39;00m\n\u001b[1;32m      7\u001b[0m ax\u001b[38;5;241m.\u001b[39mset_extent([min_lon, max_lon, min_lat, max_lat], crs\u001b[38;5;241m=\u001b[39mccrs\u001b[38;5;241m.\u001b[39mPlateCarree())\n",
      "\u001b[0;31mNameError\u001b[0m: name 'plt' is not defined"
     ]
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 8),dpi=80,subplot_kw={'projection': ccrs.Mercator()},frameon=True)\n",
    "#ax.axis('off')\n",
    "# gs = gridspec.GridSpec(nrows=1, ncols=2, width_ratios=[1, 0.05], wspace=0.0)\n",
    "# gs = gridspec.GridSpec(nrows=1, ncols=2, width_ratios=[20, 1], height_ratios=[1])\n",
    "# print(mask)\n",
    "# ax = fig.add_subplot(gs[0], projection=ccrs.PlateCarree()) \n",
    "ax.set_extent([min_lon, max_lon, min_lat, max_lat], crs=ccrs.PlateCarree())\n",
    "ax.add_geometries(geometries, ccrs.PlateCarree(), edgecolor='black', facecolor='none')\n",
    "contour = ax.contourf(lon, lat, data, transform=ccrs.PlateCarree())\n",
    "clip_path(contour,reader.records() )\n",
    "divider = make_axes_locatable(ax)\n",
    "#cax = divider.append_axes(\"right\", size=\"2%\", pad=0.1)  \n",
    "# cbar_ax = fig.add_subplot(gs[1])\n",
    "cbar = fig.colorbar(contour, ax=ax,location=\"right\",shrink=0.8)\n",
    "\n",
    "# cbar.set_label('Temperature') \n",
    "plt.subplots_adjust(left=0, right=1, top=1, bottom=0)\n",
    "plt.tight_layout()\n",
    "ax.set_position([0, 0, 1, 1])\n",
    "cbar.ax.set_position([0.91, 0.0,0.05, 0.2]) \n",
    "x, y = 120, 30  # 点的位置 (经度, 纬度)\n",
    "ax.plot(x, y, 'ro', transform=ccrs.PlateCarree())\n",
    "\n",
    "# 偏移设置\n",
    "offset_x = 5 / 72  # 点单位，5pt 偏移\n",
    "offset_y = 10 / 72\n",
    "transform = ax.transData + ScaledTranslation(offset_x, offset_y, ax.figure.dpi_scale_trans)\n",
    "\n",
    "# 添加文本并应用偏移\n",
    "\n",
    "extent  = ax.get_extent(crs=ccrs.PlateCarree())\n",
    "\n",
    "min_lon, max_lon, min_lat, max_lat = extent\n",
    "fig_width, fig_height = fig.get_size_inches() \n",
    "fig_width_px = fig_width * fig.dpi\n",
    "fig_height_px = fig_height * fig.dpi \n",
    "pos = ax.get_position()\n",
    "ax_width_ratio = pos.width  # 轴占图像宽度的比例\n",
    "ax_height_ratio = pos.height  # 轴占图像高度的比例\n",
    "ax_width_px = fig_width_px * ax_width_ratio\n",
    "ax_height_px = fig_height_px * ax_height_ratio\n",
    "map_width = max_lon - min_lon  # 地图的经度范围\n",
    "map_height = max_lat - min_lat  # 地图的纬度范围\n",
    "px_offset = 10  # 偏移量为 10 像素\n",
    "lon_offset = px_offset * (map_width / ax_width_px)  # 10 px 对应的经度\n",
    "lat_offset = px_offset * (map_height / ax_height_px)  # 10 px 对应的纬度\n",
    "ax.text(x+lon_offset, y+lat_offset, \"偏移的文本\", transform=ccrs.PlateCarree(), fontsize=10)\n",
    "map_width\n",
    "# 设置色标标签\n",
    "# print(fig.dpi)\n",
    "# plt.savefig(\"./2.png\", transparent=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "c55b5f7e-7b76-4df0-9e8c-3df923c7e60e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 8),subplot_kw={'projection': ccrs.Mercator()})\n",
    "# print(fig.dpi)\n",
    "ax.set_extent([min_lon, max_lon, min_lat, max_lat], crs=ccrs.PlateCarree())\n",
    "ax.add_geometries(geometries, ccrs.PlateCarree(), edgecolor='blue', facecolor='none')\n",
    "contour = ax.contourf(lon, lat, data, transform=ccrs.PlateCarree())\n",
    "ax2=fig.add_axes([0,0.1,0.1,0.5]) \n",
    "cbar = plt.colorbar(contour, cax=ax2, orientation='vertical')\n",
    "cbar.set_label('Temperature')  # 设置色标标签\n",
    "#ax.set_position([0, 0, 1, 1])\n",
    "cbar.ax.set_position([0.0, 0.0,0.05, 1])\n",
    "# plt.show()"
   ]
  },
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